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    A new view of spaces and their properties in the sense of non-Newtonian measure. by Amer Darweesh, Adel Almalki, Kamel Al-Khaled, Alaa Ayyash

    Published 2024-01-01
    “…By exploring topological characteristics and separability conditions in geometric metric spaces, this work enhances the understanding of metric spaces' structural properties, offering potential applications in fields that require flexible metric adaptations, such as data science, physics, and computational geometry. This framework's adaptability makes it relevant for scenarios where non-Euclidean or high-dimensional spaces are needed, allowing for versatile applications and extending classical metric concepts into broader analytical contexts.…”
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